0  318491  318499  318505  318509  318515  318517  318521  318527  318529  318535  318541  318545  318547  318551  318557  318559  318565  318569  318571  318575  318577  318581  318583  318585  318586  318587  318589  318590  318591  318593  318595  318599  318601  318605  318607  318611  318617  318619  318625  318629  318631  318635  318641  318647  318649  318655  318659  318661  318667  318671  318677  318685  447090 

25.We visited the school that lies in _________was a big factory more than twenty years ago.

   A. what       B. which       C. that        D. where

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24. Criticism and self-criticism is necessary     it helps us to correct our mistakes.

   A. so        B. however      C. therefore     D. in that

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23.  ______ that he has no qualifications in education management, the man plans to gain the necessary skills by taking a part-time course.

A. To concern    B. To be concerned  C. Concerning      D. Concerned

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22.  I would like __________you to my birthday party, but I was busy and forget to call you.

A. to invite      B. inviting      C. to have invited      D. having invited

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第一节:单项填空(共15小题;每小题1分,满分15分)

21. ---What ___________disappointment to see Liu Xiang quit his game in ________29th Beijing Olympic Games!

  ----But I still support him. After all he is in poor health.

A.不填; the    B. a ; the      C. the ; 不填        D. the ; the

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22. (本题满分12分)已知数列中,, 点在直线上.

(Ⅰ)求数列的通项公式;

(Ⅱ)若函数,求函数最小值;

(Ⅲ)设,表示数列的前项和,试问:是否存在关于的整式,使得

对于一切不小于2的自然数恒成立?若存在,写出

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21. 已知函数,且.

(Ⅰ)求的值域;

(Ⅱ)指出函数的单调性(不需证明),并求解关于实数的不等式

(Ⅲ)定义在上的函数满足,且当求方程在区间上的解的个数.

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20. (本题满分12分)如图,梯形中,的中点,将沿折起,使点折到点的位置,且二面角的大小为.

(Ⅰ)求证:

(Ⅱ)求直线与平面所成角的正弦值.

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